A switching function q(t) is applied a semiconductor switch (MOSFET) which is controlling the power to a pure inductive load of 0.005H from 24V DC source. There is no previously stored energy in the inductor at t=0. Assuming the ideal components: a. Explain the operation of the circuit b. Find the switching period and frequency c. Calculate the mean (average) and RMS values of load voltage (vo) d. Find the load current expression and sketch it for first two switching periods e. Calculate the energy stored in the load inductor at the end of the second period from starting. L=0.05H Vo: load voltage to: load current t (ms) 4 2 3

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Consider the full-wave rectifier circuit shown below, where• vS(t) is a sinusoidal signal with a peak value (Vs = 5 V).• Diodes are modelled using constant voltage model with VDO = 0.7 V• The ac line voltage has an rms value of 120 V and a frequency (f) = 60 Hza) Calculate the transformer turns ratio.  b) Plot in the same graph signal vS(t) and the output signal vO(t) versus time (t) (show all details including amplitudes, time instances, etc.) c) Calculate the rms value of the output signal vO(t). (hint: sin2(x) = 0.5(1- cos(2x)))  d) If a capacitor C=3.58 F is connected across R = 10 k, repeat (b) in a new graph

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